← back to the board
[[540,12,28]] d ≤
n
540
k
12
d
28
kd²/n
17.422
w
6
X/Z
1.07

Share this result

Distance

X/Z asymmetry 1.07 · d_X ≤ 30, d_Z ≤ 28 · w_X = 6, w_Z = 6 (max(d_X,d_Z)/min(d_X,d_Z); each side carries its own earned tier: = certified exact, ≤ witness upper bound)
d_X 30 · witness weight 30 (claimed upper_bound)
witness operator (support, 30 qubits)
[7, 14, 96, 105, 107, 115, 134, 148, 171, 192, 219, 232, 246, 260, 276, 282, 286, 297, 341, 352, 376, 406, 411, 422, 431, 453, 457, 464, 509, 521]
d_Z 28 · witness weight 28 (claimed upper_bound)
witness operator (support, 28 qubits)
[16, 40, 57, 65, 100, 145, 167, 172, 177, 182, 183, 256, 285, 288, 309, 310, 313, 315, 321, 351, 407, 455, 457, 473, 501, 503, 535, 537]
certificate none yet · distance stands as a self-certified upper bound (d ≤)

Diagnostics

computed by the verifier from the parity checks, the layout, and the stored witnesses; shown as evidence, not used for ranking
girth H_X 4 · H_Z 4 (shortest cycle of each side’s Tanner graph; longer is friendlier to belief propagation)
check weights H_X 6 · H_Z 6
qubit degrees H_X 3 · H_Z 3
trapping sets H_X (1,3)×540 (2,2)×45 (3,3)×585 (smallest syndrome weight at each size, connected sets of up to 3 qubits)
full (size, syndrome weight): count census for H_X
(1,3): 540 (2,2): 45 (2,4): 3960 (3,3): 585 (3,5): 38745 (3,7): 5040
trapping sets H_Z (1,3)×540 (2,2)×45 (3,3)×585 (smallest syndrome weight at each size, connected sets of up to 3 qubits)
full (size, syndrome weight): count census for H_Z
(1,3): 540 (2,2): 45 (2,4): 3960 (3,3): 585 (3,5): 38745 (3,7): 5040

Construction & provenance

authors @edoaltamura
provenance submitted through the challenge
novelty novelty not audited
construction Generalized bicycle / regular lifted product over the metacyclic group C_9 semidirect C_30 with action r=5: H_X=[L(a)|R(b)], H_Z=[R(b)^T|L(a)^T], a=[122,199,264], b=[19,123,265], following arXiv:2306.16400.
model GPT-5 (claimed, not verified)
builds on arXiv:2306.16400
date 2026-08-29
notes Metacyclic 2BGA search. Screening archive: 3,200 unique support mutations at 180 RIS trials; independent RIS checks at 1M, 2M, and 5M trials settled at d<=28 by 1M and held at 5M. Upper-bound confidence. Checked against the current board: no exact fingerprint or WL-equivalent entry; literature novelty remains unverified.
family generalized bicycle (a tag, not a ranking)
locality unrestricted (computed from the layout)
weight class weight ≤ 6 (computed)

How this code was found

the research note submitted with this code · raw markdown · all notes

[[540,12,28]] - metacyclic generalized-bicycle code

Direction and hypothesis

The reference-bar context was the unrestricted, weight-8 any-connectivity board, whose seeded paper bar is [[168,20,14]] (arXiv:2606.17268). The fresh search focused on the stricter weight-6 cell nested inside that board. The current live weight-6 frontier included [[360,12,24]] and [[510,16,24]]. A three-term 2BGA over a non-abelian metacyclic group was chosen to keep every check at weight 6 while seeking a larger distance at moderate rate.

Construction and search

The generator is the regular two-block construction H_X = [L(a) | R(b)] and H_Z = [R(b)^T | L(a)^T] over C_9 semidirect C_30 with action r = 5. The selected supports are a = [122, 199, 264] and b = [19, 123, 265]. The group has order 270, so the code has n = 540 and maximum check weight 6.

The archive contains 3,200 unique support mutations sampled from a roster of 2,114 valid metacyclic parameter triples with group order 60 through 350. Every candidate was checked for CSS commutation, recomputed k, and maximum check weight, then screened with 180 accelerated RIS trials. The archive kept 523 candidates with k >= 4 and a screen witness d >= 6, and a non-dominated frontier was written after merging each progress checkpoint.

Distance evidence

All distances below are upper bounds from explicit logical witnesses, not exact proofs.

| RIS trials | lightest witness found | | ---: | ---: | | 180 screen | 42 | | 100,000 | 30 | | 1,000,000 | 28 | | 2,000,000 | 28 | | 5,000,000 | 28 |

The 1M, 2M, and 5M runs used independent seeds. Each returned a valid Z-type weight-28 logical, checked by the repository GF(2) routines for commutation and non-membership in the stabilizer row space. The final submission packaging also extracts and verifies witnesses for both CSS sides. The reported confidence is upper_bound, so the honest claim is d <= 28.

The shallow leaders were not promoted: the apparent [[620,10,60]] screen leader fell to d <= 26 at 100k and d <= 24 at 1M, while other high screen values in the top-16 audit fell into the 24-44 range. This is why the selected code was retained only after the deeper ladder stabilized at 28.

Board advance

The code qualifies for unrestricted / weight-6 and the nested unrestricted / weight-8 and unrestricted / any-weight cells. In the weight-6 cell it is frontier-relevant: compared with [[360,12,24]], it trades 180 more qubits for the same k and a distance upper bound four higher; compared with [[510,16,24]], it trades 30 more qubits and four fewer logical qubits for the same distance upper-bound improvement. The verifier and board comparison determine the final frontier label; literature novelty is unverified.

Reproduction

from group_algebra import build_2bga, metacyclic

mul, _ = metacyclic(9, 30, 5)
HX, HZ = build_2bga(mul, [122, 199, 264], [19, 123, 265])

The campaign generator and screen archive are in the accompanying local research log. No files under verify/ were changed.

Parity checks

X-checks 270 (max weight 6) · Z-checks 270 (max weight 6)
H_X (270 checks, sparse supports)
[36, 88, 191, 281, 335, 417] [37, 89, 192, 282, 306, 358] [38, 60, 193, 283, 329, 427] [39, 61, 194, 284, 420, 488] [40, 62, 195, 285, 481, 519] [41, 63, 196, 286, 400, 512] [42, 64, 197, 287, 341, 393] [43, 65, 198, 288, 312, 334] [44, 66, 199, 289, 305, 433] [45, 67, 200, 290, 426, 494] [46, 68, 201, 291, 487, 525] [47, 69, 202, 292, 406, 518] [48, 70, 203, 293, 347, 399] [49, 71, 204, 294, 318, 340] [50, 72, 205, 295, 311, 439] [51, 73, 206, 296, 432, 500] [52, 74, 207, 297, 493, 531] [53, 75, 208, 298, 412, 524] [54, 76, 209, 299, 353, 405] [55, 77, 180, 270, 324, 346] [56, 78, 181, 271, 317, 445] [57, 79, 182, 272, 438, 506] [58, 80, 183, 273, 499, 537] [59, 81, 184, 274, 418, 530] [30, 82, 185, 275, 359, 411] [31, 83, 186, 276, 300, 352] [32, 84, 187, 277, 323, 421] [33, 85, 188, 278, 444, 482] [34, 86, 189, 279, 505, 513] [35, 87, 190, 280, 394, 536] [66, 208, 251, 311, 365, 447] [67, 209, 252, 312, 336, 388] [68, 180, 253, 313, 359, 457] [69, 181, 254, 314, 450, 518] [70, 182, 255, 279, 315, 511] [71, 183, 256, 272, 316, 430] [72, 184, 257, 317, 371, 423] [73, 185, 258, 318, 342, 364] [74, 186, 259, 319, 335, 463] [75, 187, 260, 320, 456, 524] [76, 188, 261, 285, 321, 517] [77, 189, 262, 278, 322, 436] [78, 190, 263, 323, 377, 429] [79, 191, 264, 324, 348, 370] [80, 192, 265, 325, 341, 469] [81, 193, 266, 326, 462, 530] [82, 194, 267, 291, 327, 523] [83, 195, 268, 284, 328, 442] [84, 196, 269, 329, 383, 435] [85, 197, 240, 300, 354, 376] [86, 198, 241, 301, 347, 475] [87, 199, 242, 302, 468, 536] [88, 200, 243, 297, 303, 529] [89, 201, 244, 290, 304, 448] [60, 202, 245, 305, 389, 441] [61, 203, 246, 306, 330, 382] [62, 204, 247, 307, 353, 451] [63, 205, 248, 308, 474, 512] [64, 206, 249, 273, 309, 535] [65, 207, 250, 296, 310, 424] [41, 58, 96, 341, 395, 477] [42, 59, 97, 342, 366, 418] [30, 43, 98, 343, 389, 487] [31, 44, 99, 278, 344, 480] [32, 45, 100, 271, 309, 345] [33, 46, 101, 302, 346, 460] [34, 47, 102, 347, 401, 453] [35, 48, 103, 348, 372, 394] [36, 49, 104, 349, 365, 493] [37, 50, 105, 284, 350, 486] [38, 51, 106, 277, 315, 351] [39, 52, 107, 308, 352, 466] [40, 53, 108, 353, 407, 459] [41, 54, 109, 354, 378, 400] [42, 55, 110, 355, 371, 499] [43, 56, 111, 290, 356, 492] [44, 57, 112, 283, 321, 357] [45, 58, 113, 314, 358, 472] [46, 59, 114, 359, 413, 465] [30, 47, 115, 330, 384, 406] [31, 48, 116, 331, 377, 505] [32, 49, 117, 296, 332, 498] [33, 50, 118, 289, 327, 333] [34, 51, 119, 320, 334, 478] [35, 52, 90, 335, 419, 471] [36, 53, 91, 336, 360, 412] [37, 54, 92, 337, 383, 481] [38, 55, 93, 272, 338, 504] [39, 56, 94, 295, 303, 339] [40, 57, 95, 326, 340, 454] [101, 126, 178, 371, 425, 507] [102, 127, 179, 372, 396, 448] [103, 128, 150, 373, 419, 517] [104, 129, 151, 308, 374, 510] [105, 130, 152, 301, 339, 375] [106, 131, 153, 332, 376, 490] [107, 132, 154, 377, 431, 483] [108, 133, 155, 378, 402, 424] [109, 134, 156, 379, 395, 523] [110, 135, 157, 314, 380, 516] [111, 136, 158, 307, 345, 381] [112, 137, 159, 338, 382, 496] [113, 138, 160, 383, 437, 489] [114, 139, 161, 384, 408, 430] [115, 140, 162, 385, 401, 529] [116, 141, 163, 320, 386, 522] [117, 142, 164, 313, 351, 387] [118, 143, 165, 344, 388, 502] [119, 144, 166, 389, 443, 495] [90, 145, 167, 360, 414, 436] [91, 146, 168, 361, 407, 535] [92, 147, 169, 326, 362, 528] [93, 148, 170, 319, 357, 363] [94, 149, 171, 350, 364, 508] [95, 120, 172, 365, 449, 501] [96, 121, 173, 366, 390, 442] [97, 122, 174, 367, 413, 511] [98, 123, 175, 302, 368, 534] [99, 124, 176, 325, 333, 369] [100, 125, 177, 356, 370, 484] [28, 156, 161, 401, 455, 537] [29, 157, 162, 402, 426, 478] [0, 158, 163, 277, 403, 449] [1, 159, 164, 270, 338, 404] [2, 160, 165, 331, 369, 405] [3, 161, 166, 362, 406, 520] [4, 162, 167, 407, 461, 513] [5, 163, 168, 408, 432, 454] [6, 164, 169, 283, 409, 425] [7, 165, 170, 276, 344, 410] [8, 166, 171, 337, 375, 411] [9, 167, 172, 368, 412, 526] [10, 168, 173, 413, 467, 519] [11, 169, 174, 414, 438, 460] [12, 170, 175, 289, 415, 431] [13, 171, 176, 282, 350, 416] [14, 172, 177, 343, 381, 417] [15, 173, 178, 374, 418, 532] [16, 174, 179, 419, 473, 525] [17, 150, 175, 390, 444, 466] [18, 151, 176, 295, 391, 437] [19, 152, 177, 288, 356, 392] [20, 153, 178, 349, 387, 393] [21, 154, 179, 380, 394, 538] [22, 150, 155, 395, 479, 531] [23, 151, 156, 396, 420, 472] [24, 152, 157, 271, 397, 443] [25, 153, 158, 294, 332, 398] [26, 154, 159, 355, 363, 399] [27, 155, 160, 386, 400, 514] [148, 186, 221, 297, 431, 485] [149, 187, 222, 432, 456, 508] [120, 188, 223, 307, 433, 479] [121, 189, 224, 300, 368, 434] [122, 190, 225, 361, 399, 435] [123, 191, 226, 280, 392, 436] [124, 192, 227, 273, 437, 491] [125, 193, 228, 438, 462, 484] [126, 194, 229, 313, 439, 455] [127, 195, 230, 306, 374, 440] [128, 196, 231, 367, 405, 441] [129, 197, 232, 286, 398, 442] [130, 198, 233, 279, 443, 497] [131, 199, 234, 444, 468, 490] [132, 200, 235, 319, 445, 461] [133, 201, 236, 312, 380, 446] [134, 202, 237, 373, 411, 447] [135, 203, 238, 292, 404, 448] [136, 204, 239, 285, 449, 503] [137, 205, 210, 420, 474, 496] [138, 206, 211, 325, 421, 467] [139, 207, 212, 318, 386, 422] [140, 208, 213, 379, 417, 423] [141, 209, 214, 298, 410, 424] [142, 180, 215, 291, 425, 509] [143, 181, 216, 426, 450, 502] [144, 182, 217, 301, 427, 473] [145, 183, 218, 324, 362, 428] [146, 184, 219, 385, 393, 429] [147, 185, 220, 274, 416, 430] [11, 216, 268, 327, 461, 515] [12, 217, 269, 462, 486, 538] [13, 218, 240, 337, 463, 509] [14, 219, 241, 330, 398, 464] [15, 220, 242, 391, 429, 465] [16, 221, 243, 310, 422, 466] [17, 222, 244, 303, 467, 521] [18, 223, 245, 468, 492, 514] [19, 224, 246, 343, 469, 485] [20, 225, 247, 336, 404, 470] [21, 226, 248, 397, 435, 471] [22, 227, 249, 316, 428, 472] [23, 228, 250, 309, 473, 527] [24, 229, 251, 474, 498, 520] [25, 230, 252, 349, 475, 491] [26, 231, 253, 342, 410, 476] [27, 232, 254, 403, 441, 477] [28, 233, 255, 322, 434, 478] [29, 234, 256, 315, 479, 533] [0, 235, 257, 450, 504, 526] [1, 236, 258, 355, 451, 497] [2, 237, 259, 348, 416, 452] [3, 238, 260, 409, 447, 453] [4, 239, 261, 328, 440, 454] [5, 210, 262, 321, 455, 539] [6, 211, 263, 456, 480, 532] [7, 212, 264, 331, 457, 503] [8, 213, 265, 354, 392, 458] [9, 214, 266, 415, 423, 459] [10, 215, 267, 304, 446, 460] [71, 118, 246, 275, 357, 491] [72, 119, 247, 298, 492, 516] [73, 90, 248, 367, 493, 539] [74, 91, 249, 360, 428, 494] [75, 92, 250, 421, 459, 495] [76, 93, 251, 340, 452, 496] [77, 94, 252, 281, 333, 497] [78, 95, 253, 274, 498, 522] [79, 96, 254, 373, 499, 515] [80, 97, 255, 366, 434, 500] [81, 98, 256, 427, 465, 501] [82, 99, 257, 346, 458, 502] [83, 100, 258, 287, 339, 503] [84, 101, 259, 280, 504, 528] [85, 102, 260, 379, 505, 521] [86, 103, 261, 372, 440, 506] [87, 104, 262, 433, 471, 507] [88, 105, 263, 352, 464, 508] [89, 106, 264, 293, 345, 509] [60, 107, 265, 286, 480, 534] [61, 108, 266, 385, 481, 527] [62, 109, 267, 378, 446, 482] [63, 110, 268, 439, 477, 483] [64, 111, 269, 358, 470, 484] [65, 112, 240, 299, 351, 485] [66, 113, 241, 292, 486, 510] [67, 114, 242, 361, 487, 533] [68, 115, 243, 384, 422, 488] [69, 116, 244, 445, 453, 489] [70, 117, 245, 334, 476, 490] [6, 131, 238, 305, 387, 521] [7, 132, 239, 276, 328, 522] [8, 133, 210, 299, 397, 523] [9, 134, 211, 390, 458, 524] [10, 135, 212, 451, 489, 525] [11, 136, 213, 370, 482, 526] [12, 137, 214, 311, 363, 527] [13, 138, 215, 282, 304, 528] [14, 139, 216, 275, 403, 529] [15, 140, 217, 396, 464, 530] [16, 141, 218, 457, 495, 531] [17, 142, 219, 376, 488, 532] [18, 143, 220, 317, 369, 533] [19, 144, 221, 288, 310, 534] [20, 145, 222, 281, 409, 535] [21, 146, 223, 402, 470, 536] [22, 147, 224, 463, 501, 537] [23, 148, 225, 382, 494, 538] [24, 149, 226, 323, 375, 539] [25, 120, 227, 294, 316, 510] [26, 121, 228, 287, 415, 511] [27, 122, 229, 408, 476, 512] [28, 123, 230, 469, 507, 513] [29, 124, 231, 388, 500, 514] [0, 125, 232, 329, 381, 515] [1, 126, 233, 270, 322, 516] [2, 127, 234, 293, 391, 517] [3, 128, 235, 414, 452, 518] [4, 129, 236, 475, 483, 519] [5, 130, 237, 364, 506, 520]
H_Z (270 checks, sparse supports)
[19, 123, 265, 392, 469, 534] [20, 64, 146, 393, 470, 535] [21, 35, 87, 394, 471, 536] [22, 58, 156, 395, 472, 537] [23, 179, 217, 396, 473, 538] [24, 210, 248, 397, 474, 539] [25, 129, 241, 398, 475, 510] [26, 70, 122, 399, 476, 511] [27, 41, 63, 400, 477, 512] [28, 34, 162, 401, 478, 513] [29, 155, 223, 402, 479, 514] [0, 216, 254, 403, 450, 515] [1, 135, 247, 404, 451, 516] [2, 76, 128, 405, 452, 517] [3, 47, 69, 406, 453, 518] [4, 40, 168, 407, 454, 519] [5, 161, 229, 408, 455, 520] [6, 222, 260, 409, 456, 521] [7, 141, 253, 410, 457, 522] [8, 82, 134, 411, 458, 523] [9, 53, 75, 412, 459, 524] [10, 46, 174, 413, 460, 525] [11, 167, 235, 414, 461, 526] [12, 228, 266, 415, 462, 527] [13, 147, 259, 416, 463, 528] [14, 88, 140, 417, 464, 529] [15, 59, 81, 418, 465, 530] [16, 52, 150, 419, 466, 531] [17, 173, 211, 390, 467, 532] [18, 234, 242, 391, 468, 533] [25, 49, 153, 294, 332, 349] [50, 94, 176, 295, 333, 350] [51, 65, 117, 296, 334, 351] [52, 88, 186, 297, 335, 352] [53, 209, 247, 298, 336, 353] [8, 54, 240, 299, 337, 354] [1, 55, 159, 270, 338, 355] [56, 100, 152, 271, 339, 356] [57, 71, 93, 272, 340, 357] [58, 64, 192, 273, 341, 358] [59, 185, 253, 274, 342, 359] [14, 30, 246, 275, 330, 343] [7, 31, 165, 276, 331, 344] [32, 106, 158, 277, 332, 345] [33, 77, 99, 278, 333, 346] [34, 70, 198, 279, 334, 347] [35, 191, 259, 280, 335, 348] [20, 36, 252, 281, 336, 349] [13, 37, 171, 282, 337, 350] [38, 112, 164, 283, 338, 351] [39, 83, 105, 284, 339, 352] [40, 76, 204, 285, 340, 353] [41, 197, 265, 286, 341, 354] [26, 42, 258, 287, 342, 355] [19, 43, 177, 288, 343, 356] [44, 118, 170, 289, 344, 357] [45, 89, 111, 290, 345, 358] [46, 82, 180, 291, 346, 359] [47, 203, 241, 292, 330, 347] [2, 48, 264, 293, 331, 348] [55, 79, 183, 272, 324, 499] [80, 124, 206, 273, 325, 500] [81, 95, 147, 274, 326, 501] [82, 118, 216, 275, 327, 502] [7, 83, 239, 276, 328, 503] [0, 38, 84, 277, 329, 504] [31, 85, 189, 278, 300, 505] [86, 130, 182, 279, 301, 506] [87, 101, 123, 280, 302, 507] [88, 94, 222, 281, 303, 508] [13, 89, 215, 282, 304, 509] [6, 44, 60, 283, 305, 480] [37, 61, 195, 284, 306, 481] [62, 136, 188, 285, 307, 482] [63, 107, 129, 286, 308, 483] [64, 100, 228, 287, 309, 484] [19, 65, 221, 288, 310, 485] [12, 50, 66, 289, 311, 486] [43, 67, 201, 290, 312, 487] [68, 142, 194, 291, 313, 488] [69, 113, 135, 292, 314, 489] [70, 106, 234, 293, 315, 490] [25, 71, 227, 294, 316, 491] [18, 56, 72, 295, 317, 492] [49, 73, 207, 296, 318, 493] [74, 148, 200, 297, 319, 494] [75, 119, 141, 298, 320, 495] [76, 112, 210, 299, 321, 496] [1, 77, 233, 270, 322, 497] [24, 32, 78, 271, 323, 498] [85, 109, 213, 354, 379, 482] [110, 154, 236, 355, 380, 483] [111, 125, 177, 356, 381, 484] [112, 148, 246, 357, 382, 485] [37, 113, 269, 358, 383, 486] [30, 68, 114, 359, 384, 487] [61, 115, 219, 330, 385, 488] [116, 160, 212, 331, 386, 489] [117, 131, 153, 332, 387, 490] [118, 124, 252, 333, 388, 491] [43, 119, 245, 334, 389, 492] [36, 74, 90, 335, 360, 493] [67, 91, 225, 336, 361, 494] [92, 166, 218, 337, 362, 495] [93, 137, 159, 338, 363, 496] [94, 130, 258, 339, 364, 497] [49, 95, 251, 340, 365, 498] [42, 80, 96, 341, 366, 499] [73, 97, 231, 342, 367, 500] [98, 172, 224, 343, 368, 501] [99, 143, 165, 344, 369, 502] [100, 136, 264, 345, 370, 503] [55, 101, 257, 346, 371, 504] [48, 86, 102, 347, 372, 505] [79, 103, 237, 348, 373, 506] [104, 178, 230, 349, 374, 507] [105, 149, 171, 350, 375, 508] [106, 142, 240, 351, 376, 509] [31, 107, 263, 352, 377, 480] [54, 62, 108, 353, 378, 481] [115, 139, 243, 384, 422, 529] [140, 184, 266, 385, 423, 530] [141, 155, 207, 386, 424, 531] [6, 142, 178, 387, 425, 532] [29, 67, 143, 388, 426, 533] [60, 98, 144, 389, 427, 534] [91, 145, 249, 360, 428, 535] [146, 190, 242, 361, 429, 536] [147, 161, 183, 362, 430, 537] [12, 148, 154, 363, 431, 538] [5, 73, 149, 364, 432, 539] [66, 104, 120, 365, 433, 510] [97, 121, 255, 366, 434, 511] [122, 196, 248, 367, 435, 512] [123, 167, 189, 368, 436, 513] [18, 124, 160, 369, 437, 514] [11, 79, 125, 370, 438, 515] [72, 110, 126, 371, 439, 516] [103, 127, 261, 372, 440, 517] [128, 202, 254, 373, 441, 518] [129, 173, 195, 374, 442, 519] [24, 130, 166, 375, 443, 520] [17, 85, 131, 376, 444, 521] [78, 116, 132, 377, 445, 522] [109, 133, 267, 378, 446, 523] [134, 208, 260, 379, 447, 524] [135, 179, 201, 380, 448, 525] [0, 136, 172, 381, 449, 526] [23, 61, 137, 382, 420, 527] [84, 92, 138, 383, 421, 528] [3, 145, 169, 362, 409, 414] [26, 170, 214, 363, 410, 415] [171, 185, 237, 364, 411, 416] [36, 172, 208, 365, 412, 417] [59, 97, 173, 366, 413, 418] [90, 128, 174, 367, 414, 419] [9, 121, 175, 368, 390, 415] [2, 176, 220, 369, 391, 416] [177, 191, 213, 370, 392, 417] [42, 178, 184, 371, 393, 418] [35, 103, 179, 372, 394, 419] [96, 134, 150, 373, 390, 395] [15, 127, 151, 374, 391, 396] [8, 152, 226, 375, 392, 397] [153, 197, 219, 376, 393, 398] [48, 154, 190, 377, 394, 399] [41, 109, 155, 378, 395, 400] [102, 140, 156, 379, 396, 401] [21, 133, 157, 380, 397, 402] [14, 158, 232, 381, 398, 403] [159, 203, 225, 382, 399, 404] [54, 160, 196, 383, 400, 405] [47, 115, 161, 384, 401, 406] [108, 146, 162, 385, 402, 407] [27, 139, 163, 386, 403, 408] [20, 164, 238, 387, 404, 409] [165, 209, 231, 388, 405, 410] [30, 166, 202, 389, 406, 411] [53, 91, 167, 360, 407, 412] [114, 122, 168, 361, 408, 413] [33, 175, 199, 289, 302, 444] [56, 200, 244, 290, 303, 445] [201, 215, 267, 291, 304, 446] [66, 202, 238, 292, 305, 447] [89, 127, 203, 293, 306, 448] [120, 158, 204, 294, 307, 449] [39, 151, 205, 295, 308, 420] [32, 206, 250, 296, 309, 421] [207, 221, 243, 297, 310, 422] [72, 208, 214, 298, 311, 423] [65, 133, 209, 299, 312, 424] [126, 164, 180, 270, 313, 425] [45, 157, 181, 271, 314, 426] [38, 182, 256, 272, 315, 427] [183, 227, 249, 273, 316, 428] [78, 184, 220, 274, 317, 429] [71, 139, 185, 275, 318, 430] [132, 170, 186, 276, 319, 431] [51, 163, 187, 277, 320, 432] [44, 188, 262, 278, 321, 433] [189, 233, 255, 279, 322, 434] [84, 190, 226, 280, 323, 435] [77, 145, 191, 281, 324, 436] [138, 176, 192, 282, 325, 437] [57, 169, 193, 283, 326, 438] [50, 194, 268, 284, 327, 439] [195, 239, 261, 285, 328, 440] [60, 196, 232, 286, 329, 441] [83, 121, 197, 287, 300, 442] [144, 152, 198, 288, 301, 443] [63, 205, 229, 439, 474, 512] [4, 86, 230, 440, 475, 513] [27, 231, 245, 441, 476, 514] [96, 232, 268, 442, 477, 515] [119, 157, 233, 443, 478, 516] [150, 188, 234, 444, 479, 517] [69, 181, 235, 445, 450, 518] [10, 62, 236, 446, 451, 519] [3, 237, 251, 447, 452, 520] [102, 238, 244, 448, 453, 521] [95, 163, 239, 449, 454, 522] [156, 194, 210, 420, 455, 523] [75, 187, 211, 421, 456, 524] [16, 68, 212, 422, 457, 525] [9, 213, 257, 423, 458, 526] [108, 214, 250, 424, 459, 527] [101, 169, 215, 425, 460, 528] [162, 200, 216, 426, 461, 529] [81, 193, 217, 427, 462, 530] [22, 74, 218, 428, 463, 531] [15, 219, 263, 429, 464, 532] [114, 220, 256, 430, 465, 533] [107, 175, 221, 431, 466, 534] [168, 206, 222, 432, 467, 535] [87, 199, 223, 433, 468, 536] [28, 80, 224, 434, 469, 537] [21, 225, 269, 435, 470, 538] [90, 226, 262, 436, 471, 539] [113, 151, 227, 437, 472, 510] [174, 182, 228, 438, 473, 511] [93, 235, 259, 319, 452, 504] [34, 116, 260, 320, 453, 505] [5, 57, 261, 321, 454, 506] [28, 126, 262, 322, 455, 507] [149, 187, 263, 323, 456, 508] [180, 218, 264, 324, 457, 509] [99, 211, 265, 325, 458, 480] [40, 92, 266, 326, 459, 481] [11, 33, 267, 327, 460, 482] [4, 132, 268, 328, 461, 483] [125, 193, 269, 329, 462, 484] [186, 224, 240, 300, 463, 485] [105, 217, 241, 301, 464, 486] [46, 98, 242, 302, 465, 487] [17, 39, 243, 303, 466, 488] [10, 138, 244, 304, 467, 489] [131, 199, 245, 305, 468, 490] [192, 230, 246, 306, 469, 491] [111, 223, 247, 307, 470, 492] [52, 104, 248, 308, 471, 493] [23, 45, 249, 309, 472, 494] [16, 144, 250, 310, 473, 495] [137, 205, 251, 311, 474, 496] [198, 236, 252, 312, 475, 497] [117, 229, 253, 313, 476, 498] [58, 110, 254, 314, 477, 499] [29, 51, 255, 315, 478, 500] [22, 120, 256, 316, 479, 501] [143, 181, 257, 317, 450, 502] [204, 212, 258, 318, 451, 503]
Code ID 540-12-28 · download JSON · raw on GitHub